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In a school, the roll strength of three classes are 72,99 and 120. A bus was arranged to take them to Belurmath, but 3,7 and 5 students of those classes (respectively) couldnot come due to illness. If in each bus, maximum number of students of each class are made to sit, then how many buses would be required and what would be the number of students?​?
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In a school, the roll strength of three classes are 72,99 and 120. A b...
Problem: To determine the number of buses required to take three classes to Belurmath and how many students would be there in each bus, given the roll strength of the classes and the number of absentees.

Solution:

Step 1: Calculate the number of students present in each class after the absentees.

Class 1: 72 - 3 = 69

Class 2: 99 - 7 = 92

Class 3: 120 - 5 = 115

Step 2: Determine the maximum number of students that can sit in one bus.

Assuming the bus has a capacity of 50 students, we can calculate the maximum number of buses required.

Max number of students in one bus = 50

Step 3: Calculate the number of buses required for each class.

Class 1: 69/50 = 2 buses (rounded up)

Class 2: 92/50 = 2 buses (rounded up)

Class 3: 115/50 = 3 buses (rounded up)

Step 4: Calculate the total number of buses required.

Total number of buses required = 2 + 2 + 3 = 7 buses

Step 5: Calculate the total number of students.

Total number of students = 69 + 92 + 115 = 276 students

Therefore, 7 buses would be required to take the students to Belurmath and there would be a total of 276 students.
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In a school, the roll strength of three classes are 72,99 and 120. A bus was arranged to take them to Belurmath, but 3,7 and 5 students of those classes (respectively) couldnot come due to illness. If in each bus, maximum number of students of each class are made to sit, then how many buses would be required and what would be the number of students?​?
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